1. Determine the pin reactions at 'A'.
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- Can you Please Solve for Reaction @ Support A & B. Where EI constant.A pin-connected crane framework is loaded and supported, as shown. The member weights are post, 700 lb; boom, 800 lb; and brace, 600 lb. These weights may be considered to be acting at the midpoint of the respective members. Calculate the pin reactions at pins A, C, D, E and at the roller B - Draw Free-body diagram. - Solve most simpliest way, only solving for what you are asked for.The frame in (Figure 1) supports the 350lb load. The pulley at C has a radius of 0.5 ft. The pulley at D has a radius of 0.25 ft. a) Determine the reaction at pin A. b) Determine the reaction at pin B.
- Find the pin reactions at joints a and b both are pin jointsRefer to the figure, what is the reaction at pin C in kN?Given the Frictionless Frame as shown below with pin connection atPoint A and Point C.Determine the following if the uniform load is ‘w’:a.) The Internal Reaction at Point A in terms of w.b.) The External Reaction at Point B in terms of w.c.) The Internal Reaction at Point C in terms of w.d.) The External Reaction at Point D in terms of w. NOTE: 3 DECIMAL PLACES
- W2 acts at the center G of the bar. Find the cables' tensions and the reactions at ball and socket O. W1 is 515 N. W2 is 190 N.Hinge supports exist at points D and E. Internal pin connections exist at points B and G. Point F is a frictionless pin in slot (it can slide horizontally without friction). There is an external moment applied at point C. -Determine the reactions at the supports D and E.Write the equations of equilibrium for AB and BC section of the shaft in terms of T with the help of free body diagrams